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24 <strong>The</strong> prehistory <strong>of</strong> photography<br />

Pl -t<br />

been newly taken by the Duke <strong>of</strong> Bavaria: who, blandientefortuna , was gone on to<br />

the late effects : <strong>The</strong>re I found Keplar (sic), a man famous in the Sciences, as your<br />

Lordship knowes, to whom I purpose to convey from hence one <strong>of</strong> your Books,<br />

that he may see we have some <strong>of</strong> our own that can honour our King, as well as<br />

he hath done with his Harmanica. In this mans study, I was much taken with the<br />

draught <strong>of</strong> a Landskip on a piece <strong>of</strong> paper, methoughts masterly done: Where<strong>of</strong><br />

enquiring the Author, he bewrayed with a smile it was himself, adding he had<br />

done it non tanquam Pictor sed tanquam Mathematicus. This set me on fire: at last he<br />

told me how. He hath a little black tent (<strong>of</strong> what stuffe is not much importing)<br />

which he can suddenly set up where he will in a field, and it is convertible (like a<br />

Wind-mill) to all quarters at pleasure, capable <strong>of</strong>[accommodating] not much more<br />

than one man, as I conceive, and perhaps at no great ease ; exactly close and dark<br />

save at one hole, about an inch and a half in the Diameter, to which he applies a<br />

long perspective-trunke, with the convex glasse fitted to the said hole, and the<br />

concave taken out at the other end, which extendeth to about the middle <strong>of</strong> this<br />

erected Tent, through which the visible radiations <strong>of</strong> all the objects without are<br />

intromitted, falling upon a paper, which is accommodated to receive them ; and so<br />

he traceth them with his Pen in their natural appearance, turning his little Tent<br />

round by degrees till he hath designed the whole aspect <strong>of</strong> the field : this I have<br />

described to your Lordship, because I think there might be good use made <strong>of</strong> it for<br />

Chorography [topographical drawings] : For otherwise, to make Landskips by it<br />

were illiberall: though surely no Painter can do them so precisely.27<br />

By 'perspective-trunke' Wotton meant Kepler's telescope, from which the concave<br />

lens had been removed. Kepler's tent camera obscura, which is an intermediate form<br />

between the darkened room and the box camera, was constructed rr3 years or more<br />

before the ABBE NOLLET submitted his re-invention to the Academie Royale des<br />

Sciences in 1733. 28<br />

Kepler himself does not refer to the tent camera, but in his first book on Optical<br />

Astronomy29 he mentions Porta's description <strong>of</strong> the room type and states that he<br />

made some observations <strong>of</strong> the sun by this means in 1600. In his second book, on<br />

dioptrics, 30 he discusses the optical laws involved in the camera obscura with lens.<br />

Of special interest to photographers is Problem CV, p. 54, 'To depict with a<br />

concave and convex lens upon paper visible objects larger than by a single convex,<br />

but reversed', for this is the principle <strong>of</strong> the optical system employed in telephotography.<br />

Kepler explains it with a figure showing the dispersion <strong>of</strong> the rays by a<br />

concave lens after having passed through a convex lens. However, Kepler is not the<br />

inventor <strong>of</strong> the telescopic lens system nor was it first employed in Galileo's telescope<br />

two years earlier, as is popularly believed. <strong>The</strong> writings <strong>of</strong> two English mathematicians,<br />

Leonard Digges and his son Thomas, scarcely admit <strong>of</strong> doubt that the telescope<br />

was familiar to them. In Leonard Digges's treatise Pantometria,31 finished and<br />

published by his son in 1571, occurs a passage which shows that they were well<br />

acquainted with the effects <strong>of</strong> a combination <strong>of</strong> concave and convex lenses in magnifying<br />

the image <strong>of</strong> a distant object.<br />

But maruellouse are the conclusions that may be perfourmed by glasses concave<br />

and convex <strong>of</strong> circulare and parabolicall fourmes, using for multiplication <strong>of</strong><br />

beames sometime the ayde <strong>of</strong> glasses transparent, which by [re]fraction should<br />

unite or dissipate the images <strong>of</strong> figures presented by the reflection <strong>of</strong> other. By<br />

these kinds <strong>of</strong> glasses, or rather frames <strong>of</strong> them, placed in due angles, ye may not<br />

onely set out the proportion <strong>of</strong> an whole region, yea represent before your eye

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